Local Binary Pattern Regrouping for Rotation Invariant Texture Classification

Local Binary Pattern Regrouping for Rotation Invariant Texture Classification

Zitouni Asma, Nini Brahim
Copyright: © 2022 |Pages: 15
DOI: 10.4018/JITR.299945
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Abstract

This paper represent a deep study of the Local Binary Pattern (LBP) method and its variants of patterns regrouping , which is largely used in texture classification as well in other domain. The analysis of LBP’s two hundred fifty-six patterns has led us to propose a new organization of uniform and no uniform patterns into twenty-eight groups; each group assembled a number of patterns varied according to specific terms. The principal idea is to preserve the low complexity of LBP and simultaneously increase the method robustness against quality degradation caused by image operations like rotation, grey level changes, illumination and mirror effects. The experiments are done with the two texture databases Outex and Brodatz; the tests are proving the robustness of Local Binary Pattern Regrouping (LBPG) under circumstances.
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The traditional LBP operator appeared in 1994, introduced by Ojala et al. as a local texture descriptor that works on the neighbourhood structure of pixels. It turns each pixel value of the image into a new one, which is the result of the comparison between the centre pixel and its 3*3 neighbours. This comparison is simple; each neighbour gets the value zero or one depending on its grey scale value compared to the one of the central. This is done according to the described thresholding function (S) in expression (1), where the pc is the central pixel’s grey value and pni is one of the ith neighbour’s grey value, that applies a subtraction between the two values. The eight obtained binary values are then concatenated in a clockwise order starting from the top-left neighbour to produce the new decimal value of the central pixel. When all pixels’ values of the image are transformed by the same way, the next step is to generate the histogram that describes the image and gives the possibility to analyse it:

JITR.299945.m01 (1)

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